{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": "235\n40\n"
    }
   ],
   "source": [
    "import torch\n",
    "from torch import nn\n",
    "from torch.nn import init\n",
    "import numpy as np\n",
    "import d2lzh as d2l\n",
    "\n",
    "batch_size = 256\n",
    "train_iter,test_iter = d2l.load_data_fashion_mnist(batch_size)\n",
    "\n",
    "print(len(train_iter))\n",
    "print(len(test_iter))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": "changeing train\nepoch 1,loss 0.0031,train acc 0.749,test_acc 0.766\nepoch 2,loss 0.0022,train acc 0.812,test_acc 0.812\nepoch 3,loss 0.0021,train acc 0.825,test_acc 0.818\nepoch 4,loss 0.0020,train acc 0.832,test_acc 0.823\nepoch 5,loss 0.0019,train acc 0.836,test_acc 0.823\n"
    }
   ],
   "source": [
    "num_inputs = 28 * 28\n",
    "num_outputs = 10\n",
    "\n",
    "class LinearNet(nn.Module):\n",
    "    def __init__(self,num_inputs,num_outputs):\n",
    "        super(LinearNet,self).__init__()\n",
    "        self.linear = nn.Linear(num_inputs,num_outputs)\n",
    "\n",
    "    def forward(self,x): # x shape : [batch_size,1,28,28]\n",
    "        y = self.linear(x.view(x.shape[0],-1))\n",
    "        return y\n",
    "\n",
    "net = LinearNet(num_inputs,num_outputs)\n",
    "\n",
    "# 改变输入图片的shape\n",
    "class FlattenLayer(nn.Module):\n",
    "    def __init__(self):\n",
    "        super(FlattenLayer,self).__init__()\n",
    "\n",
    "    def forward(self,x):  # x shape :[batch,*,*,...]\n",
    "        return x.view(x.shape[0],-1)\n",
    "\n",
    "\n",
    "from collections import OrderedDict\n",
    "net = nn.Sequential(OrderedDict([\n",
    "    (\"flatten\",FlattenLayer()),\n",
    "    (\"linear\",nn.Linear(num_inputs,num_outputs))\n",
    "]))\n",
    "\n",
    "init.normal_(net.linear.weight,mean=0,std=0.01)\n",
    "init.constant_(net.linear.bias,val=0)\n",
    "\n",
    "loss = nn.CrossEntropyLoss()\n",
    "optimizer = torch.optim.SGD(net.parameters(),lr=0.1)\n",
    "\n",
    "num_epochs = 5\n",
    "batch_size = 256\n",
    "d2l.train_ch3(net,train_iter,test_iter,loss,num_epochs,batch_size,None,None,optimizer)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": "[5 0 6 1 8 0 0 9 4 0 9 0 8 5 6 0 9 1 8 1 3 2 5 5 0 1 3 0 3 7 8 2 4 6 3 8 5\n 9 7 9 6 9 8 1 5 5 5 6 6 8 5 7 3 0 3 8 4 7 5 0 3 1 5 0 8 5 1 0 7 8 3 0 9 5\n 4 4 2 2 6 1 4 9 3 3 4 4 1 4 8 0 4 6 1 3 5 8 5 3 8 4 4 4 9 6 4 2 8 4 8 1 0\n 9 2 8 6 2 7 2 5 4 8 6 3 3 6 4 1 0 7 0 3 7 4 7 4 3 7 2 2 9 1 9 3 8 2 9 6 4\n 4 6 4 0 7 0 3 0 1 9 3 3 7 5 6 4 0 8 3 9 7 9 6 0 5 4 3 0 3 2 2 8 0 2 7 7 3\n 0 4 5 3 7 3 8 5 0 8 3 2 8 2 4 3 5 2 2 7 1 7 9 2 3 2 3 0 8 7 1 6 1 4 3 0 1\n 5 2 0 1 3 5 7 2 2 5 2 2 8 3 8 9 9 4 8 4 5 4 0 2 7 1 4 7 0 8 3 3 1 7]\n"
    },
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "X,y = iter(test_iter).next()\n",
    "\n",
    "X,y = iter(train_iter).next()\n",
    "print(net(X).argmax(dim=1).numpy())\n",
    "true_labels = d2l.get_fashion_mnist_labels(y.numpy())\n",
    "pred_labels = d2l.get_fashion_mnist_labels(net(X).argmax(dim=1).numpy())\n",
    "\n",
    "\n",
    "\n",
    "titles = [true + \"\\n\" + pred for true,pred in zip(true_labels,pred_labels)]\n",
    "\n",
    "d2l.show_fashion_mnist(X[0:10],titles[0:10])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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